Thomas Muller

collaborators

4 papers

hep-th2026

Renormalization group flow of $O (N)^{3}$ -invariant general sextic tensor model

Gaetan Bardy, Thomas Krajewski, Thomas Muller +1

We compute the beta functions for the $O (N)^{3}$ -invariant general sextic tensor model up to cubic order in the coupling constant, and at leading order in the $1/ N$ expansion. Our me…

physics.soc-ph2026

Settlement percolation: global maps of Critical Distances

Martin Schorcht, Martin Behnisch, Larissa T. Beumer +6

A substantial share of the Earth's land surface is managed by humans, with cities representing the most extreme form of anthropogenic land use. There are zillion ways in which sett…

hep-th2025

Large- $N$ limit of $O (N)^{3}$ -invariant general sextic tensor model

Gaetan Bardy, Thomas Krajewski, Thomas Muller +1

We study a sextic tensor model where the interaction terms are given by all $O (N)^{3}$ -invariant bubbles. The class of invariants studied here is thus a larger one that the class of…

math.CO2025

Higher dimensional floorplans and Baxter d-permutations

Nicolas Bonichon, Thomas Muller, Adrian Tanasa

A $2 -$ dimensional mosaic floorplan is a partition of a rectangle by other rectangles with no empty rooms. These partitions (considered up to some deformations) are known to be in b…

Renormalization group flow of O(N)3-invariant general sextic tensor model

Settlement percolation: global maps of Critical Distances

Large-N limit of O(N)3-invariant general sextic tensor model

Higher dimensional floorplans and Baxter d-permutations

Renormalization group flow of $O (N)^{3}$ -invariant general sextic tensor model

Large- $N$ limit of $O (N)^{3}$ -invariant general sextic tensor model